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International Journal of Computer Mathematics Volume 92, 2015 - Issue 5
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Section B

A wavelet regularization method for solving numerical analytic continuation

Xiaoli FengSchool of Mathematics and Statistics, Xidian University, Xi'an710071, ChinaCorrespondence[email protected]
&
Wantao NingSchool of Mathematics and Statistics, Xidian University, Xi'an710071, China
Pages 1025-1038 | Received 16 Apr 2014, Accepted 26 Apr 2014, Published online: 28 May 2014

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Xiaoli Feng & Zhi Qian. (2018) An a posteriori wavelet method for solving two kinds of ill-posed problems. International Journal of Computer Mathematics 95:9, pages 1893-1909.
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Articles from other publishers (8)

Milad Karimi. (2022) Regularization of ill-posed problems involving constant-coefficient pseudo-differential operators. Inverse Problems 38:5, pages 055001.
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Xuemin Xue & Xiangtuan Xiong. (2021) A Posteriori Fractional Tikhonov Regularization Method for the Problem of Analytic Continuation. Mathematics 9:18, pages 2255.
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Milad Karimi, Fatemeh Zallani & Khosro Sayevand. (2020) Wavelet regularization strategy for the fractional inverse diffusion problem. Numerical Algorithms 87:4, pages 1679-1705.
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Milad Karimi, Fridoun Moradlou & Mojtaba Hajipour. (2021) On the ill-posed analytic continuation problem: An order optimal regularization scheme. Applied Numerical Mathematics 161, pages 311-332.
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Milad Karimi, Fridoun Moradlou & Mojtaba Hajipour. (2020) Regularization Technique for an Inverse Space-Fractional Backward Heat Conduction Problem. Journal of Scientific Computing 83:2.
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Milad Karimi, Fridoun Moradlou & Mojtaba Hajipour. (2018) On regularization and error estimates for the backward heat conduction problem with time-dependent thermal diffusivity factor. Communications in Nonlinear Science and Numerical Simulation 63, pages 21-37.
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Wei Cheng. (2017) Stability estimate and regularization for a radially symmetric inverse heat conduction problem. Boundary Value Problems 2017:1.
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Xiangtuan Xiong, Qiang Cheng, Yanfeng Kong & Jin Wen. (2016) A wavelet method for numerical fractional derivative with noisy data. International Journal of Wavelets, Multiresolution and Information Processing 14:05, pages 1650038.
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